NE410/510 - Lecture 9: The Critical Condition and Vacuum Boundary Conditions
In this lecture we solve the neutron Diffusion Equation to determine the shape of the neutron flux in a 1-D slab of homogenous material. We introduce several boundary conditions for the neutron flux (including the Vaccum Boundary Condition), introduce the fundamental mode of the neutron flux, and use the Geometric Buckling and Material Buckling to solve for the critical thickness for the 1-D slab.
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NE410/510 - Lecture 10: The Diffusion Equation in Multiple Dimensions
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21. Neutron Transport
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How to calculate an atomic bomb's critical mass
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23. Solving the Neutron Diffusion Equation, and Criticality Relations
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John Cleese’s Brillian Take on Religion & 'Life of Brian' | The Dick Cavett Show
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22. Simplifying Neutron Transport to Neutron Diffusion
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The Big Short (2015): The Jenga Scene – Explaining the Financial Collapse
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When Stupid Cops Mess With FBI Agent
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24. Transients, Feedback, and Time-Dependent Neutronics
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The Tiny Donut That Proved We Still Don't Understand Magnetism
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Why Evolution Split Your Brain In Half – Brain Asymmetry with Jim Al-Khalili
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Knife Expert: Real Knife Defense Is TERRIFYING
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How Light Travels Without Moving: The Feynman Reality Check
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The Biggest Argument for Dark Matter Just Died
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Neutron diffusion theory
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Atomic Force Microscope high-speed video, selective stainless steel etching, bacteria, and more
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The Hardest Questions in Physics | World Science Festival
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Green's functions: the genius way to solve DEs
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